For a two-parameter skew product family, the basins of the two chaotic attractors are shown to be intermingled in an open parameter region, with a separating invariant graph and a multifractal spectrum for the stability index.
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Multifractal analysis of intermingled basins and blowout bifurcations in a parametetric family of skew product maps
For a two-parameter skew product family, the basins of the two chaotic attractors are shown to be intermingled in an open parameter region, with a separating invariant graph and a multifractal spectrum for the stability index.